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Distributed Learning, Communication Complexity, and Privacy

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Analyzes communication needed for distributed supervised learning and gives concrete protocols and bounds: a distributed AdaBoost yields D log(1/epsilon) examples total by using log(1/epsilon) rounds and O(d) examples per round, improving exponentially over the naive D/epsilon baselines; mistake‑bound methods use M examples but up to M rounds. Shows proper parity learning needs Ω(d^2) bits while an improper K=2 scheme uses O(d) bits; noisy-case protocols cut communication but are not yet computationally efficient.

AI-written summary · about

  1. 0:00Intro
  2. 1:07Statistical / PAC learning model
  3. 3:52Two Main Aspects in Classic Machine Learning
  4. 4:33Sample Complexity Results
  5. 6:21Distributed Learning
  6. 10:12Interesting special case to think about
  7. 10:48Overview of Our Results
  8. 12:13Some simple communication baselines.
  9. 14:57Improving the Dependence on 1
  10. 15:42Recap of Adaboost
  11. 19:15Distributed Adaboost
  12. 21:53Dependence on 1/€, Agnostic learning
  13. 24:11Better results for special cases
  14. 27:25Interesting class: parity functions
  15. 31:05Distributed PAC learning: Summary
  16. 31:37Open questions
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